Information Science and Cybernetics

On new multivariate cryptosystems based on hidden Eulerian equations

¹Ustimenko VA. On new multivariate cryptosystems based on hidden Eulerian equations. 2017 ;(5):17-24.

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Minimization of the conjunctive normal forms of partially monotonic Boolean functions

Pynko AP. Minimization of the conjunctive normal forms of partially monotonic Boolean functions. 2017 ;(3):18-21.

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The model processor design

¹Kurgaev AF, ¹Grygoryev SM. The model processor design. 2017 ;(2):16-23.

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Information Science and Cybernetics

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Numerical modeling of the fractional-differential dynamics of the filtration-convective diffusion on the base of parallel algorithms for cluster systems

¹Bogaenko VA, ¹Bulavatsky VM. Numerical modeling of the fractional-differential dynamics of the filtration-convective diffusion on the base of parallel algorithms for cluster systems. 2017 ;(1):21-28.

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Hermitian interlineation of functions of two variables on the given system of disjoint lines with preservation of the class C^r (R²)

¹Lytvyn OM, ¹Lytvyn OO, ²Tkachenko OV, ²Gritsay OL. Hermitian interlineation of functions of two variables on the given system of disjoint lines with preservation of the class C^r (R²). 2014 ;(7):53-59.

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Optimal control over the process of heating of a thin core

¹Kopets MM. Optimal control over the process of heating of a thin core. 2014 ;(7):48-52.

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On the global minimum ot the objective function in a balanced circular packing problem

¹Stetsyuk PI, ²Romanova TE, ³Schiethauer G. On the global minimum ot the objective function in a balanced circular packing problem. 2014 ;(6):53-57.

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Some equalities in table algebras

¹Red'ko VN, ¹Buy DB, ¹Senchenko AS. Some equalities in table algebras. 2014 ;(6):48-52.

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Perturbed ordering cones for the analysis of vector optimization problems under uncertainty

¹Lebedeva TT, ¹Semenova NV, ¹Sergienko TI. Perturbed ordering cones for the analysis of vector optimization problems under uncertainty. 2014 ;(6):42-47.

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A mathematical model of the acceleration vector by its tracks in seismic prospecting

¹Lytvyn OO. A mathematical model of the acceleration vector by its tracks in seismic prospecting. 2016 ;(11):24-27.

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Information Science and Cybernetics

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